Una cubeta de agua puede girar en un círculo vertical sin que el agua se derrame, incluso en lo alto del círculo cuando la cubeta está boca abajo. ¿Por qué sucede esto? ¿Que otros ejemplos puedes mencionar que utilicen el mismo principio?

v> √ gr

Explanation:

Let's analyze this problem from Newton's second law

At the lowest point

            N - W = m a

at the highest point

            W = m a’

in both cases there is a net force towards the center of the circle that we can call the centripetal force, which is responsible for changing the direction and magnitude of the acceleration.

When the bucket is in the highest part, the centripetal force is equal to the weight of the water, but since it carries a horizontal speed, until it starts to fall, it is moving and therefore they follow the bottom of the tube. This implies that there is a minimum speed for this to occur

             v> √ gr

This principle is applied in many things, for example the roller coaster, centrifuges, simulators of the effect of acceleration on people.

the current is 0.6

voltage ÷ resistance = current

so 12 ÷ 20 = 0.6

overcharge is the right answer system